/* TDSH Giallo: print-damage masks (data: URIs on purpose: mask-image is CORS-restricted, a CDN-hosted PNG would fail and hide the element). Source: tdsh-site-mockup/assets/{dropout,stamp-mask}.png */
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");--tg-mask-stamp:url("data:image/png;base64,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")}

/* Torn-paper clip paths (from the approved mockup). */
.tg-clip-band{clip-path:polygon(0.00% 3.78%,0.91% 4.44%,1.82% 5.49%,2.73% 3.68%,3.64% 4.07%,4.55% 4.80%,5.45% 4.28%,6.36% 4.37%,7.27% 4.20%,8.18% 2.95%,9.09% 3.54%,10.00% 3.07%,10.91% 3.59%,11.82% 3.44%,12.73% 3.09%,13.64% 2.66%,14.55% 2.91%,15.45% 3.37%,16.36% 4.65%,17.27% 4.14%,18.18% 3.61%,19.09% 3.69%,20.00% 3.85%,20.91% 3.35%,21.82% 2.64%,22.73% 2.43%,23.64% 3.10%,24.55% 3.84%,25.45% 3.55%,26.36% 3.61%,27.27% 3.53%,28.18% 5.08%,29.09% 4.99%,30.00% 3.68%,30.91% 3.94%,31.82% 3.38%,32.73% 3.47%,33.64% 4.32%,34.55% 4.08%,35.45% 3.87%,36.36% 3.37%,37.27% 3.86%,38.18% 3.08%,39.09% 3.72%,40.00% 3.92%,40.91% 4.71%,41.82% 3.66%,42.73% 3.77%,43.64% 3.83%,44.55% 2.69%,45.45% 3.64%,46.36% 3.44%,47.27% 3.16%,48.18% 2.68%,49.09% 3.11%,50.00% 2.81%,50.91% 3.02%,51.82% 2.78%,52.73% 2.07%,53.64% 2.52%,54.55% 2.43%,55.45% 3.71%,56.36% 4.62%,57.27% 3.91%,58.18% 4.31%,59.09% 4.89%,60.00% 4.74%,60.91% 5.23%,61.82% 4.99%,62.73% 4.83%,63.64% 4.70%,64.55% 4.02%,65.45% 4.73%,66.36% 3.55%,67.27% 4.56%,68.18% 3.33%,69.09% 3.23%,70.00% 3.29%,70.91% 3.74%,71.82% 4.12%,72.73% 3.73%,73.64% 2.47%,74.55% 3.14%,75.45% 3.15%,76.36% 3.68%,77.27% 3.41%,78.18% 3.87%,79.09% 3.99%,80.00% 3.96%,80.91% 5.09%,81.82% 5.00%,82.73% 4.43%,83.64% 4.76%,84.55% 5.20%,85.45% 5.38%,86.36% 5.03%,87.27% 5.16%,88.18% 5.99%,89.09% 5.85%,90.00% 4.94%,90.91% 4.79%,91.82% 5.64%,92.73% 6.24%,93.64% 6.10%,94.55% 6.46%,95.45% 5.63%,96.36% 5.52%,97.27% 6.06%,98.18% 5.71%,99.09% 5.12%,100.00% 5.05%,100.00% 96.06%,99.09% 95.88%,98.18% 95.91%,97.27% 94.74%,96.36% 94.35%,95.45% 95.02%,94.55% 94.29%,93.64% 94.58%,92.73% 94.06%,91.82% 94.91%,90.91% 94.48%,90.00% 93.84%,89.09% 94.88%,88.18% 95.42%,87.27% 95.83%,86.36% 95.26%,85.45% 96.01%,84.55% 94.96%,83.64% 96.89%,82.73% 96.24%,81.82% 96.57%,80.91% 97.46%,80.00% 96.54%,79.09% 96.67%,78.18% 96.46%,77.27% 96.32%,76.36% 95.35%,75.45% 95.43%,74.55% 95.95%,73.64% 95.69%,72.73% 95.50%,71.82% 95.50%,70.91% 96.06%,70.00% 94.66%,69.09% 95.92%,68.18% 95.67%,67.27% 97.19%,66.36% 96.35%,65.45% 95.89%,64.55% 96.64%,63.64% 96.07%,62.73% 95.63%,61.82% 95.19%,60.91% 97.28%,60.00% 96.73%,59.09% 97.10%,58.18% 96.88%,57.27% 96.77%,56.36% 96.97%,55.45% 96.92%,54.55% 96.45%,53.64% 97.34%,52.73% 96.82%,51.82% 96.72%,50.91% 97.44%,50.00% 96.60%,49.09% 95.96%,48.18% 95.75%,47.27% 96.22%,46.36% 98.16%,45.45% 97.61%,44.55% 96.60%,43.64% 96.80%,42.73% 97.90%,41.82% 97.28%,40.91% 96.66%,40.00% 99.49%,39.09% 96.49%,38.18% 95.54%,37.27% 96.78%,36.36% 96.26%,35.45% 96.60%,34.55% 96.30%,33.64% 96.21%,32.73% 96.78%,31.82% 97.02%,30.91% 96.19%,30.00% 97.00%,29.09% 96.96%,28.18% 97.24%,27.27% 95.60%,26.36% 96.66%,25.45% 96.39%,24.55% 96.54%,23.64% 96.97%,22.73% 96.22%,21.82% 96.08%,20.91% 94.91%,20.00% 95.62%,19.09% 96.95%,18.18% 94.72%,17.27% 96.71%,16.36% 96.42%,15.45% 96.06%,14.55% 96.03%,13.64% 95.50%,12.73% 96.08%,11.82% 95.91%,10.91% 96.33%,10.00% 95.38%,9.09% 96.31%,8.18% 95.16%,7.27% 95.44%,6.36% 94.70%,5.45% 94.37%,4.55% 93.97%,3.64% 94.73%,2.73% 95.12%,1.82% 94.65%,0.91% 95.08%,0.00% 95.66%)}
.tg-clip-band-core{clip-path:polygon(0.00% 0.66%,0.91% 0.49%,1.82% 0.00%,2.73% 0.00%,3.64% 0.30%,4.55% 1.41%,5.45% 1.72%,6.36% 2.27%,7.27% 1.65%,8.18% 1.19%,9.09% 2.03%,10.00% 0.65%,10.91% 1.55%,11.82% 0.90%,12.73% 0.42%,13.64% 0.67%,14.55% 1.65%,15.45% 1.06%,16.36% 1.45%,17.27% 1.53%,18.18% 0.75%,19.09% 0.00%,20.00% 0.83%,20.91% 2.08%,21.82% 1.53%,22.73% 0.72%,23.64% 1.22%,24.55% 1.32%,25.45% 1.49%,26.36% 1.94%,27.27% 1.63%,28.18% 1.70%,29.09% 1.72%,30.00% 1.57%,30.91% 2.81%,31.82% 3.12%,32.73% 1.39%,33.64% 0.87%,34.55% 0.94%,35.45% 1.28%,36.36% 1.07%,37.27% 0.77%,38.18% 0.02%,39.09% 0.20%,40.00% 0.45%,40.91% 0.53%,41.82% 1.02%,42.73% 2.22%,43.64% 3.18%,44.55% 4.20%,45.45% 2.10%,46.36% 3.36%,47.27% 2.29%,48.18% 1.52%,49.09% 2.32%,50.00% 2.36%,50.91% 0.95%,51.82% 2.08%,52.73% 1.18%,53.64% 1.61%,54.55% 1.98%,55.45% 0.90%,56.36% 1.80%,57.27% 2.14%,58.18% 4.03%,59.09% 4.45%,60.00% 1.81%,60.91% 2.14%,61.82% 2.13%,62.73% 0.33%,63.64% 1.68%,64.55% 1.24%,65.45% 1.25%,66.36% 1.64%,67.27% 1.11%,68.18% 2.96%,69.09% 2.21%,70.00% 1.29%,70.91% 0.37%,71.82% 0.00%,72.73% 0.71%,73.64% 1.24%,74.55% 1.16%,75.45% 0.68%,76.36% 1.34%,77.27% 0.48%,78.18% 2.89%,79.09% 1.00%,80.00% 1.60%,80.91% 1.29%,81.82% 0.68%,82.73% 0.86%,83.64% 0.73%,84.55% 0.32%,85.45% 0.27%,86.36% 0.49%,87.27% 0.91%,88.18% 1.89%,89.09% 1.69%,90.00% 2.85%,90.91% 1.92%,91.82% 2.03%,92.73% 3.22%,93.64% 2.58%,94.55% 2.26%,95.45% 2.16%,96.36% 0.64%,97.27% 1.70%,98.18% 1.45%,99.09% 0.09%,100.00% 0.72%,100.00% 99.15%,99.09% 98.19%,98.18% 97.36%,97.27% 98.74%,96.36% 98.39%,95.45% 97.07%,94.55% 97.63%,93.64% 98.26%,92.73% 98.27%,91.82% 99.20%,90.91% 99.07%,90.00% 97.02%,89.09% 99.44%,88.18% 98.88%,87.27% 100.00%,86.36% 100.00%,85.45% 100.00%,84.55% 99.48%,83.64% 99.68%,82.73% 98.42%,81.82% 99.36%,80.91% 98.41%,80.00% 96.78%,79.09% 98.23%,78.18% 98.54%,77.27% 97.53%,76.36% 98.82%,75.45% 97.26%,74.55% 98.23%,73.64% 98.03%,72.73% 98.17%,71.82% 97.88%,70.91% 95.59%,70.00% 96.44%,69.09% 95.46%,68.18% 96.16%,67.27% 97.42%,66.36% 97.56%,65.45% 98.01%,64.55% 99.09%,63.64% 98.64%,62.73% 98.81%,61.82% 98.70%,60.91% 98.68%,60.00% 98.58%,59.09% 99.86%,58.18% 100.00%,57.27% 100.00%,56.36% 99.14%,55.45% 98.25%,54.55% 98.48%,53.64% 98.83%,52.73% 97.69%,51.82% 100.00%,50.91% 98.59%,50.00% 98.19%,49.09% 97.10%,48.18% 97.36%,47.27% 97.47%,46.36% 97.47%,45.45% 98.37%,44.55% 98.55%,43.64% 98.45%,42.73% 97.98%,41.82% 99.81%,40.91% 99.71%,40.00% 99.71%,39.09% 98.44%,38.18% 98.29%,37.27% 98.53%,36.36% 97.91%,35.45% 99.27%,34.55% 97.81%,33.64% 99.16%,32.73% 98.18%,31.82% 98.32%,30.91% 99.10%,30.00% 98.26%,29.09% 97.36%,28.18% 98.36%,27.27% 100.00%,26.36% 97.94%,25.45% 96.80%,24.55% 96.83%,23.64% 96.96%,22.73% 98.14%,21.82% 96.83%,20.91% 97.99%,20.00% 98.43%,19.09% 98.03%,18.18% 97.18%,17.27% 98.07%,16.36% 98.40%,15.45% 98.50%,14.55% 97.49%,13.64% 97.20%,12.73% 99.11%,11.82% 98.16%,10.91% 99.27%,10.00% 98.98%,9.09% 99.10%,8.18% 97.82%,7.27% 97.82%,6.36% 98.78%,5.45% 98.01%,4.55% 98.01%,3.64% 97.90%,2.73% 98.78%,1.82% 97.49%,0.91% 97.10%,0.00% 98.38%)}
.tg-clip-label{clip-path:polygon(0.00% 4.61%,2.50% 3.92%,5.00% 6.33%,7.50% 7.35%,10.00% 7.39%,12.50% 6.86%,15.00% 6.43%,17.50% 6.48%,20.00% 6.60%,22.50% 6.23%,25.00% 7.20%,27.50% 7.69%,30.00% 6.76%,32.50% 5.07%,35.00% 8.63%,37.50% 6.17%,40.00% 7.88%,42.50% 8.61%,45.00% 9.98%,47.50% 9.89%,50.00% 11.28%,52.50% 12.16%,55.00% 10.95%,57.50% 10.43%,60.00% 10.08%,62.50% 9.35%,65.00% 10.07%,67.50% 8.75%,70.00% 8.80%,72.50% 9.47%,75.00% 9.29%,77.50% 9.07%,80.00% 7.69%,82.50% 7.34%,85.00% 7.94%,87.50% 7.27%,90.00% 5.97%,92.50% 5.02%,95.00% 5.89%,97.50% 5.85%,100.00% 7.39%,100.00% 93.20%,97.50% 93.80%,95.00% 93.95%,92.50% 95.30%,90.00% 94.32%,87.50% 95.85%,85.00% 93.72%,82.50% 94.44%,80.00% 93.33%,77.50% 93.82%,75.00% 93.17%,72.50% 92.75%,70.00% 91.81%,67.50% 92.40%,65.00% 94.00%,62.50% 95.86%,60.00% 94.76%,57.50% 94.83%,55.00% 93.19%,52.50% 94.12%,50.00% 92.04%,47.50% 90.92%,45.00% 90.89%,42.50% 93.14%,40.00% 92.19%,37.50% 92.65%,35.00% 89.42%,32.50% 90.11%,30.00% 89.88%,27.50% 91.22%,25.00% 92.82%,22.50% 92.19%,20.00% 91.10%,17.50% 92.06%,15.00% 91.97%,12.50% 92.38%,10.00% 93.54%,7.50% 94.93%,5.00% 92.33%,2.50% 93.00%,0.00% 92.57%)}
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